The bathroom = 1 inch in length, keep in mind 1/4 inches = 2 ft.
So what are the actual dimensions of the bathroom (in ft)
Based on the given information, we know that 1 inch represents 2 ft. Therefore, the length of the bathroom in feet would be:
1 inch = 2 ft
Multiplying both sides of the equation by the length of the bathroom in inches:
1 inch x (length in inches) = 2 ft x (length in inches)
Simplifying the equation:
length in inches = 2 ft
Therefore, the length of the bathroom in feet is 2 ft.
no 1/4 inches = 2 ft
Apologies for the confusion. If 1/4 inch represents 2 ft, then the actual dimensions of the bathroom in feet would be:
1/4 inch = 2 ft
Multiplying both sides of the equation by 4:
(1/4 inch) x 4 = 2 ft x 4
1 inch = 8 ft
Therefore, the length of the bathroom in feet is 8 ft.
bedroom 3, = 2 inches in lenth
what are the actual dimentions of bedroom 3 (in ft)
If bedroom 3 has a length of 2 inches, and we know that 1/4 inch represents 2 ft, we can calculate the actual dimensions:
2 inches = (2 inches) x (2 ft/1/4 inch) = 2 x 8 = 16 ft
Therefore, the length of bedroom 3 is 16 ft.
what is another way of 3 to 16 with the numbers of 18, 320, 252, 72, 14, 1 3/4, 1 1/4, 48 and 308
I'm sorry, but I don't see a clear mathematical relationship between the given numbers (18, 320, 252, 72, 14, 1 3/4, 1 1/4, 48, and 308) and the conversion of 3 to 16. Can you please clarify or provide additional information?
16 divided by 3
The result of 16 divided by 3 is approximately 5.33333.
The bathroom has 1 inch in length
the kitchen has 2 1/4 inch in length
bedroom 2, has 2 3/4 inches in length and 1 3/4 in width
bedroom 1, 2 1/4 inches in width and 1 3/4 in length
living room, 2 1/4 inches in length and bedroom 3, has 2 inches in length
keep in mind (1/4 = 2 ft) so what is the actual dimentions of the entire house